<snapdata remixID="10459733"><project name="Equalteral Triangle" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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